Question 600805
Use these general rules:
{{{ sqrt( a*b*c ) = sqrt(a)*sqrt(b)*sqrt(c) }}} 
and
{{{ sqrt(a^b) = a^(b/2) }}}
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{{{ sqrt( 25*x^4 ) = sqrt(25)*sqrt(x^4) }}}
{{{ sqrt(25)*sqrt(x^4)  = 5x^2 }}}
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{{{ sqrt( 3*24x^9 ) }}} ( is this the problem?)
{{{ sqrt( 3*3 )*sqrt(4*2)*sqrt( x*x*x*x*x*x*x*x*x ) }}} ( sometimes I write it the long way )
{{{ sqrt( 3^2 )*sqrt(4)*sqrt(2)*sqrt( x*x*x*x*x*x*x*x )*sqrt(x) }}}
{{{ 3*2*sqrt(2)*sqrt( x^8 )*sqrt(x) }}}
{{{ 6*sqrt(2x)*x^4 }}} or
{{{ 6x^4*sqrt(2x) }}}
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{{{ sqrt( 3*32x^8 ) }}}
{{{ sqrt( 6*16x^8 ) }}}
{{{ sqrt(6)*sqrt(16)*sqrt(x^8) }}}
{{{ sqrt(6)*4*x^4 }}} or
{{{ 4x^4*sqrt(6) }}}
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Hope this helps